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    exponential decay and interest compounded continuously

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    1. Complete table for savings in which interest is compounded continously.

    2. Complete table for radioactive isotope

    3. The population of P of a city is given by P= 105300 e^0.015t, where t represents the year with t=0 corresponding to 2000. Sketch the graph of this equation. According to this model, in which year will city have population of 150,000?

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    1. Complete table for savings in which interest is compounded continously.

    Initial investment Annual rate Time to double total
    $1000 ? ? $2281.88

    If a bank compounds continuously, then the formula takes a simpler, that is

    Where P is the ...

    Solution Summary

    The solution includes several applications of exponential function: exponential decay, interest compounding, and population growth.

    $2.49

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